Course Proposals

Course Name:  Calculus Concepts and Applications 
Course Prefix: MATH
Course Number: 1100
             Submitted by (Name & E-Mail):  T H Steele, thsteele@weber.edu

Current Date:  10/13/2011
College: Science
Department:   Mathematics                              
From Term: Fall  2012 

Substantive

new 

Current Course Subject N/A
Current Course Number

New/Revised Course Information:

Subject:  MATH            

Course Number: 1100

Check all that apply:
    This is for courses already approved for gen ed.
    Use a different form for proposing a new gen ed designation.

DV  CA  HU  LS  PS  SS 
EN  AI  QL  TA  TB  TC  TD  TE

Course Title: Calculus Concepts and Applications

Abbreviated Course Title: Calculus Concepts

Course Type:  LEC

Credit Hours:  3  or if variable hours:    to

Contact Hours: Lecture 3  Lab    Other

Repeat Information:  Limit 0   Max Hrs 0 

Grading Mode:  standard

This course is/will be: a required course in a major program
a required course in a minor program
a required course in a 1- or 2- year program
elective

Prerequisites/Co-requisites:

Prerequisites: MATH 1050 or MATH 1080 or placement test

Course description (exactly as it will appear in the catalog, including prerequisites):

MATH 1100. Calculus Concepts and Applications (3)

A conceptual understanding of the fundamental notions of calculus (limits,continuity, differentiation and integration). Application of these ideas to economics, the social and life sciences, and natural resource modeling is central to the course. Prerequisites: Math 1050 or Math 1080 or placement test.
 

Justification for the new course or for changes to an existing course. (Note: Justification should emphasize academic rationale for the change or new course. This is particularly important for courses requesting upper-division status.)

Mathematics 1100 is taught at the U.U., U.S.U. and U.V.U, and is found at most four year degree granting institutions in the United States. Initially, we intend to offer the course for transfer credit only. A transfer student that comes to W.S.U. with a course like this has to seek transfer credit not through the chair of the Mathematics Department but for QUAN 2400 in the School of Business and Economics. Also, a course such as this is frequently a requirement for BA/BS programs in the life sciences, so a course like this could be of value to some departments in the College of Science.

INFORMATION PAGE
for substantive proposals only

1. Did this course receive unanimous approval within the Department?

true

If not, what are the major concerns raised by the opponents?

2. If this is a new course proposal, could you achieve the desired results by revising an existing course within your department or by requiring an existing course in another department?

A course like this is significantly different than the typical calculus course taught for scientists and engineers; we could not modify the existing first semester calculus course (MATH 1210) to simultaneously accomodate such a different audience. This course would have some overlap in material with QUAN 2400, but that course's emphasis on business applications is not appropriate for social and life scientists.

3. How will the proposed course differ from similar offerings by other departments? Comment on any subject overlap between this course and topics generally taught by other departments, even if no similar courses are currently offered by the other departments. Explain any effects that this proposal will have on program requirements or enrollments in other department. Please forward letters (email communication is sufficient) from all departments that you have identified above stating their support or opposition to the proposed course.

This course would have some overlap in material with QUAN 2400, but that course's emphasis on business applications is not appropriate for social and life scientists. This course should not have any impact on enrollment in any other program or department.
Initially, this course will be offered only for transfer students.

4. Is this course required for certification/accreditation of a program?

no

If so, a statement to that effect should appear in the justification and supporting documents should accompany this form.

5. For course proposals, e-mail a syllabus to Faculty Senate which should be sufficiently detailed that the committees can determine that the course is at the appropriate level and matches the description. There should be an indication of the amount and type of outside activity required in the course (projects, research papers, homework, etc.).

Course Title:              Calculus Concepts and Applications

 

Course Number:        Math 1100

 

Credit Hours:             3

 

Prerequisites:             Math 1050 or Math 1080 or placement test.

 

Catalog Description: A conceptual understanding of the fundamental notions of calculus (limits, continuity, differentiation and integration).  Application of these ideas to                                       economics, the social and life sciences, and natural resource modeling is central to the course.

 

Objectives:                 Math 1100 is intended to provide students with a conceptual understanding of the utility of differential and integral calculus.  The focus of the course is on applications and the role of calculus in mathematical modeling and problem solving. Applications are drawn primarily from economics and the social and life sciences.

 

Suggested Text:         Calculus: An Applied Approach (7th Edition), Larson and Edwards.

 

Course Coverage:

 

Informal development of limits and continuity

 

Derivatives of polynomial, rational, exponential and logarithmic functions

Definition, rules, Mean Value Theorem

 

Applications of derivatives

Related rates, optimization, linearization, differentials

 

Integration

Riemann Sums, definite integrals, antiderivatives, Fundamental Theorem of Calculus,       Mean Value Theorem

 

Applications of integration

 

Graded Exercises:  Students will be required to turn in homework or take a quiz on a weekly basis. There will be at least two mid-term examinations as well as a comprehensive final examination.